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A thin target of 48Ca with 1.3×1019 nuclei per cm2 is bombarded with a 10 nA beam of α particles. A detector, subtending a solid angle of 2×10−3 steradians, records 15 protons per second. If the angular distribution is measured to be isotropic, determine the total cross section for the 48Ca(α, p) reaction.

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σ(total) = (Total number of particles scattered/sec)/((beam intensity) (number of target particles within the beam))

As the scattering is assumed to be isotropic total number of particles scattered 

= (Observed number) (4π/dΩ) = 15 × 4π/2 × 10−3 = 9.42 × 104/s 

Beam intensity, that is number of beam particles passing through unit area per second

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